Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit259-10-20020303_141100_20020303_185600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/03 |
Start Time | | 2002/03/03 14:11 |
End Time | | 2002/03/03 18:54 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -3.16 |
Dipole Tilt, in Y-Z GSE plane, deg | | -18.86 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 179.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit259-10-20020303_141100_20020303_185600-constBx0 |
Minimum Dst Value | | -36 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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